﻿<!DOCTYPE html>
<html lang="en">

<head>
  <meta charset="UTF-8">
  <meta name="viewport" content="width=device-width, initial-scale=1.0">
  <title>Interactive BOM for KiCAD</title>
  <style type="text/css">
:root {
  --pcb-edge-color: black;
  --pad-color: #878787;
  --pad-hole-color: #CCCCCC;
  --pad-color-highlight: #D04040;
  --pin1-outline-color: #ffb629;
  --pin1-outline-color-highlight: #b4ff03;
  --silkscreen-edge-color: #aa4;
  --silkscreen-polygon-color: #4aa;
  --silkscreen-text-color: #4aa;
  --fabrication-edge-color: #907651;
  --fabrication-polygon-color: #907651;
  --fabrication-text-color: #a27c24;
  --track-color: #def5f1;
  --track-color-highlight: #D04040;
  --zone-color: #def5f1;
  --zone-color-highlight: #d0404080;
}

html, body {
  margin: 0px;
  height: 100%;
  font-family: Verdana, sans-serif;
}

.dark.topmostdiv {
  --pcb-edge-color: #eee;
  --pad-color: #808080;
  --pin1-outline-color: #ffa800;
  --pin1-outline-color-highlight: #ccff00;
  --track-color: #42524f;
  --zone-color: #42524f;
  background-color: #252c30;
  color: #eee;
}

button {
  background-color: #eee;
  border: 1px solid #888;
  color: black;
  height: 44px;
  width: 44px;
  text-align: center;
  text-decoration: none;
  display: inline-block;
  font-size: 14px;
  font-weight: bolder;
}

.dark button {
  /* This will be inverted */
  background-color: #c3b7b5;
}

button.depressed {
  background-color: #0a0;
  color: white;
}

.dark button.depressed {
  /* This will be inverted */
  background-color: #b3b;
}

button:focus {
  outline: 0;
}

button#tb-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#lr-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#bom-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-grouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-ungrouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-netlist-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
}

button#copy {
  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
  background-position: 6px 6px;
  background-repeat: no-repeat;
  background-size: 26px 26px;
  border-radius: 6px;
  height: 40px;
  width: 40px;
  margin: 10px 5px;
}

button#copy:active {
    box-shadow: inset 0px 0px 5px #6c6c6c;
}

textarea.clipboard-temp {
  position: fixed;
  top: 0;
  left: 0;
  width: 2em;
  height: 2em;
  padding: 0;
  border: None;
  outline: None;
  box-shadow: None;
  background: transparent;
}

.left-most-button {
  border-right: 0;
  border-top-left-radius: 6px;
  border-bottom-left-radius: 6px;
}

.middle-button {
  border-right: 0;
}

.right-most-button {
  border-top-right-radius: 6px;
  border-bottom-right-radius: 6px;
}

.button-container {
  font-size: 0;
  margin: 10px 10px 10px 0px;
}

.dark .button-container {
  filter: invert(1);
}

.button-container button {
  background-size: 32px 32px;
  background-position: 5px 5px;
  background-repeat: no-repeat;
}

@media print {
  .hideonprint {
    display: none;
  }
}

canvas {
  cursor: crosshair;
}

canvas:active {
  cursor: grabbing;
}

.fileinfo {
  width: 100%;
  max-width: 1000px;
  border: none;
  padding: 5px;
}

.fileinfo .title {
  font-size: 20pt;
  font-weight: bold;
}

.fileinfo td {
  overflow: hidden;
  white-space: nowrap;
  max-width: 1px;
  width: 50%;
  text-overflow: ellipsis;
}

.bom {
  border-collapse: collapse;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 10pt;
  table-layout: fixed;
  width: 100%;
  margin-top: 1px;
}

.bom th, .bom td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

.dark .bom th, .dark .bom td {
  border: 1px solid #777;
}

.bom th {
  background-color: #CCCCCC;
  background-clip: padding-box;
}

.dark .bom th {
  background-color: #3b4749;
}

.bom tr.highlighted:nth-child(n) {
  background-color: #cfc;
}

.dark .bom tr.highlighted:nth-child(n) {
  background-color: #226022;
}

.bom tr:nth-child(even) {
  background-color: #f2f2f2;
}

.dark .bom tr:nth-child(even) {
  background-color: #313b40;
}

.bom tr.checked {
  color: #aaa;
}

.dark .bom tr.checked {
  color: #666;
}

.bom tr {
  transition: background-color 0.2s;
}

.bom .numCol {
  width: 25px;
}

.bom .Description {
  width: 10%;
}

.bom .Part {
  width: 10%;
}

.bom .Value {
  width: 15%;
}

.bom .Quantity {
  width: 65px;
}

.bom th .sortmark {
  position: absolute;
  right: 1px;
  top: 1px;
  margin-top: -5px;
  border-width: 5px;
  border-style: solid;
  border-color: transparent transparent #221 transparent;
  transform-origin: 50% 85%;
  transition: opacity 0.2s, transform 0.4s;
}

.dark .bom th .sortmark {
  filter: invert(1);
}

.bom th .sortmark.none {
  opacity: 0;
}

.bom th .sortmark.desc {
  transform: rotate(180deg);
}

.bom th:hover .sortmark.none {
  opacity: 0.5;
}

.bom .bom-checkbox {
  width: 30px;
  position: relative;
  user-select: none;
  -moz-user-select: none;
}

.bom .bom-checkbox:before {
  content: "";
  position: absolute;
  border-width: 15px;
  border-style: solid;
  border-color: #51829f transparent transparent transparent;
  visibility: hidden;
  top: -15px;
}

.bom .bom-checkbox:after {
  content: "Double click to set/unset all";
  position: absolute;
  color: white;
  top: -35px;
  left: -26px;
  background: #51829f;
  padding: 5px 15px;
  border-radius: 8px;
  white-space: nowrap;
  visibility: hidden;
}

.bom .bom-checkbox:hover:before, .bom .bom-checkbox:hover:after {
  visibility: visible;
  transition: visibility 0.2s linear 1s;
}

.split {
  -webkit-box-sizing: border-box;
  -moz-box-sizing: border-box;
  box-sizing: border-box;
  overflow-y: auto;
  overflow-x: hidden;
  background-color: inherit;
}

.split.split-horizontal, .gutter.gutter-horizontal {
  height: 100%;
  float: left;
}

.gutter {
  background-color: #ddd;
  background-repeat: no-repeat;
  background-position: 50%;
  transition: background-color 0.3s;
}

.dark .gutter {
  background-color: #777;
}

.gutter.gutter-horizontal {
  background-image: url('');
  cursor: ew-resize;
  width: 5px;
}

.gutter.gutter-vertical {
  background-image: url('');
  cursor: ns-resize;
  height: 5px;
}

.searchbox {
  float: left;
  height: 40px;
  margin: 10px 5px;
  padding: 12px 32px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 18px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 6px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  background-image: url('');
  background-position: 10px 10px;
  background-repeat: no-repeat;
}

.dark .searchbox {
  background-color: #111;
  color: #eee;
}

.searchbox::placeholder {
  color: #ccc;
}

.dark .searchbox::placeholder {
  color: #666;
}

.filter {
  width: calc(60% - 64px);
}

.reflookup {
  width: calc(40% - 10px);
}

input[type=text]:focus {
  background-color: white;
  border: 1px solid #333;
}

.dark input[type=text]:focus {
  background-color: #333;
  border: 1px solid #ccc;
}

mark.highlight {
  background-color: #5050ff;
  color: #fff;
  padding: 2px;
  border-radius: 6px;
}

.dark mark.highlight {
  background-color: #76a6da;
  color: #111;
}

.menubtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
  background-position: center;
  background-repeat: no-repeat;
}

.statsbtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.iobtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.dark .statsbtn, .dark .savebtn, .dark .menubtn, .dark .iobtn {
  filter: invert(1);
}

.flexbox {
  display: flex;
  align-items: center;
  justify-content: space-between;
  width: 100%;
}

.savebtn {
  background-color: #d6d6d6;
  width: auto;
  height: 30px;
  flex-grow: 1;
  margin: 5px;
  border-radius: 4px;
}

.savebtn:active {
  background-color: #0a0;
  color: white;
}

.dark .savebtn:active {
  /* This will be inverted */
  background-color: #b3b;
}

.stats {
  border-collapse: collapse;
  font-size: 12pt;
  table-layout: fixed;
  width: 100%;
  min-width: 450px;
}

.dark .stats td {
  border: 1px solid #bbb;
}

.stats td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

#checkbox-stats div {
  position: absolute;
  left: 0;
  top: 0;
  height: 100%;
  width: 100%;
  display: flex;
  align-items: center;
  justify-content: center;
}

#checkbox-stats .bar {
  background-color: rgba(28, 251, 0, 0.6);
}

.menu {
  position: relative;
  display: inline-block;
  margin: 10px 10px 10px 0px;
}

.menu-content {
  display: none;
  position: absolute;
  background-color: white;
  right: 0;
  min-width: 300px;
  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
  z-index: 100;
  padding: 8px;
}

.dark .menu-content {
  background-color: #111;
}

.menu:hover .menu-content {
  display: block;
}

.menu:hover .menubtn, .menu:hover .iobtn, .menu:hover .statsbtn {
  background-color: #eee;
}

.menu-label {
  display: inline-block;
  padding: 8px;
  border: 1px solid #ccc;
  border-top: 0;
  width: calc(100% - 18px);
}

.menu-label-top {
  border-top: 1px solid #ccc;
}

.menu-textbox {
  float: left;
  height: 24px;
  margin: 10px 5px;
  padding: 5px 5px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 14px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 4px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  width: calc(100% - 10px);
}

.menu-textbox.invalid, .dark .menu-textbox.invalid {
  color: red;
}

.dark .menu-textbox {
  background-color: #222;
  color: #eee;
}

.radio-container {
  margin: 4px;
}

.topmostdiv {
  width: 100%;
  height: 100%;
  background-color: white;
  transition: background-color 0.3s;
}

#top {
  height: 78px;
  border-bottom: 2px solid black;
}

.dark #top {
  border-bottom: 2px solid #ccc;
}

#dbg {
  display: block;
}

::-webkit-scrollbar {
  width: 8px;
}

::-webkit-scrollbar-track {
  background: #aaa;
}

::-webkit-scrollbar-thumb {
  background: #666;
  border-radius: 3px;
}

::-webkit-scrollbar-thumb:hover {
  background: #555;
}

.slider {
  -webkit-appearance: none;
  width: 100%;
  margin: 3px 0;
  padding: 0;
  outline: none;
  opacity: 0.7;
  -webkit-transition: .2s;
  transition: opacity .2s;
  border-radius: 3px;
}

.slider:hover {
  opacity: 1;
}

.slider:focus {
  outline: none;
}

.slider::-webkit-slider-runnable-track {
  -webkit-appearance: none;
  width: 100%;
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
  border: none;
}

.slider::-webkit-slider-thumb {
  -webkit-appearance: none;
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin-top: -4px;
}

.dark .slider::-webkit-slider-thumb {
  background: #3d3;
}

.slider::-moz-range-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
}

.slider::-moz-range-track {
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
}

.dark .slider::-moz-range-thumb {
  background: #3d3;
}

.slider::-ms-track {
  width: 100%;
  height: 8px;
  border-width: 3px 0;
  background: transparent;
  border-color: transparent;
  color: transparent;
  transition: opacity .2s;
}

.slider::-ms-fill-lower {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-fill-upper {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin: 0;
}

.shameless-plug {
  font-size: 0.8em;
  text-align: center;
  display: block;
}

a {
  color: #0278a4;
}

.dark a {
  color: #00b9fd;
}

#frontcanvas, #backcanvas {
    touch-action: none;
}


  </style>
  <script type="text/javascript" >
///////////////////////////////////////////////
/*
  Split.js - v1.3.5
  MIT License
  https://github.com/nathancahill/Split.js
*/
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///////////////////////////////////////////////

///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
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///////////////////////////////////////////////

///////////////////////////////////////////////
/*!
 * PEP v0.4.3 | https://github.com/jquery/PEP
 * Copyright jQuery Foundation and other contributors | http://jquery.org/license
 */
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///////////////////////////////////////////////

///////////////////////////////////////////////
var config = {"extra_fields":[],"redraw_on_drag":true,"bom_view":"left-right","layer_view":"F","show_silkscreen":true,"checkboxes":"Sourced,Placed","dark_mode":true,"highlight_pin1":true,"show_pads":true,"show_fabrication":true,"board_rotation":0}
///////////////////////////////////////////////

///////////////////////////////////////////////
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="))
///////////////////////////////////////////////

///////////////////////////////////////////////
/* Utility functions */

var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
  pcbdata.metadata.revision + '__#';
var storage;

function initStorage(key) {
  try {
    window.localStorage.getItem("blank");
    storage = window.localStorage;
  } catch (e) {
    // localStorage not available
  }
  if (!storage) {
    try {
      window.sessionStorage.getItem("blank");
      storage = window.sessionStorage;
    } catch (e) {
      // sessionStorage also not available
    }
  }
}

function readStorage(key) {
  if (storage) {
    return storage.getItem(storagePrefix + key);
  } else {
    return null;
  }
}

function writeStorage(key, value) {
  if (storage) {
    storage.setItem(storagePrefix + key, value);
  }
}

function fancyDblClickHandler(el, onsingle, ondouble) {
  return function() {
    if (el.getAttribute("data-dblclick") == null) {
      el.setAttribute("data-dblclick", 1);
      setTimeout(function() {
        if (el.getAttribute("data-dblclick") == 1) {
          onsingle();
        }
        el.removeAttribute("data-dblclick");
      }, 200);
    } else {
      el.removeAttribute("data-dblclick");
      ondouble();
    }
  }
}

function smoothScrollToRow(rowid) {
  document.getElementById(rowid).scrollIntoView({
    behavior: "smooth",
    block: "center",
    inline: "nearest"
  });
}

function focusInputField(input) {
  input.scrollIntoView(false);
  input.focus();
  input.select();
}

function copyToClipboard() {
  var text = '';
  for (var node of bomhead.childNodes[0].childNodes) {
    if (node.firstChild) {
      text = text + node.firstChild.nodeValue;
    }
    if (node != bomhead.childNodes[0].lastChild) {
      text += '\t';
    }
  }
  text += '\n';
  for (var row of bombody.childNodes) {
    for (var cell of row.childNodes) {
      for (var node of cell.childNodes) {
        if (node.nodeName == "INPUT") {
          if (node.checked) {
            text = text + '✓';
          }
        } else if (node.nodeName == "MARK") {
          text = text + node.firstChild.nodeValue;
        } else {
          text = text + node.nodeValue;
        }
      }
      if (cell != row.lastChild) {
        text += '\t';
      }
    }
    text += '\n';
  }
  var textArea = document.createElement("textarea");
  textArea.classList.add('clipboard-temp');
  textArea.value = text;

  document.body.appendChild(textArea);
  textArea.focus();
  textArea.select();

  try {
    if (document.execCommand('copy')) {
      console.log('Bom copied to clipboard.');
    }
  } catch (err) {
    console.log('Can not copy to clipboard.');
  }

  document.body.removeChild(textArea);
}

function removeGutterNode(node) {
  for (var i = 0; i < node.childNodes.length; i++) {
    if (node.childNodes[i].classList &&
      node.childNodes[i].classList.contains("gutter")) {
      node.removeChild(node.childNodes[i]);
      break;
    }
  }
}

function cleanGutters() {
  removeGutterNode(document.getElementById("bot"));
  removeGutterNode(document.getElementById("canvasdiv"));
}

var units = {
  prefixes: {
    giga: ["G", "g", "giga", "Giga", "GIGA"],
    mega: ["M", "mega", "Mega", "MEGA"],
    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
    milli: ["m", "milli", "Milli", "MILLI"],
    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
    nano: ["N", "n", "nano", "Nano", "NANO"],
    pico: ["P", "p", "pico", "Pico", "PICO"],
  },
  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
  unitsLong: [
    "OHM", "Ohm", "ohm", "ohms",
    "FARAD", "Farad", "farad",
    "HENRY", "Henry", "henry"
  ],
  getMultiplier: function(s) {
    if (this.prefixes.giga.includes(s)) return 1e9;
    if (this.prefixes.mega.includes(s)) return 1e6;
    if (this.prefixes.kilo.includes(s)) return 1e3;
    if (this.prefixes.milli.includes(s)) return 1e-3;
    if (this.prefixes.micro.includes(s)) return 1e-6;
    if (this.prefixes.nano.includes(s)) return 1e-9;
    if (this.prefixes.pico.includes(s)) return 1e-12;
    return 1;
  },
  valueRegex: null,
}

function initUtils() {
  var allPrefixes = units.prefixes.giga
                    .concat(units.prefixes.mega)
                    .concat(units.prefixes.kilo)
                    .concat(units.prefixes.milli)
                    .concat(units.prefixes.micro)
                    .concat(units.prefixes.nano)
                    .concat(units.prefixes.pico);
  var allUnits = units.unitsShort.concat(units.unitsLong);
  units.valueRegex = new RegExp("^([0-9\.]+)" +
                         "\\s*(" + allPrefixes.join("|") + ")?" +
                         "(" + allUnits.join("|") + ")?" +
                         "(\\b.*)?$", "");
  units.valueAltRegex = new RegExp("^([0-9]*)" +
                         "(" + units.unitsShort.join("|") + ")?" +
                         "([GgMmKkUuNnPp])?" +
                         "([0-9]*)" +
                         "(\\b.*)?$", "");
  for (var bom_type of ["both", "F", "B"]) {
    for (var row of pcbdata.bom[bom_type]) {
      row.push(parseValue(row[1], row[3][0][0]));
    }
  }
}

function parseValue(val, ref) {
  var inferUnit = (unit, ref) => {
    if (unit) {
      unit = unit.toLowerCase();
      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
        unit = 'r';
      }
      unit = unit[0];
    } else {
      ref = /^([a-z]+)\d+$/i.exec(ref);
      if (ref) {
        ref = ref[1].toLowerCase();
        if (ref == "c") unit = 'f';
        else if (ref == "l") unit = 'h';
        else if (ref == "r" || ref == "rv") unit = 'r';
        else unit = null;
      }
    }
    return unit;
  };
  val = val.replace(/,/g, "");
  var match = units.valueRegex.exec(val);
  var unit;
  if (match) {
    val = parseFloat(match[1]);
    if (match[2]) {
      val = val * units.getMultiplier(match[2]);
    }
    unit = inferUnit(match[3], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[4],
    }
  }
  match = units.valueAltRegex.exec(val);
  if (match && (match[1] || match[4])) {
    val = parseFloat(match[1] + "." + match[4]);
    if (match[3]) {
      val = val * units.getMultiplier(match[3]);
    }
    unit = inferUnit(match[2], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[5],
    }
  }
  return null;
}

function valueCompare(a, b, stra, strb) {
  if (a === null && b === null) {
    // Failed to parse both values, compare them as strings.
    if (stra != strb) return stra > strb ? 1 : -1;
    else return 0;
  } else if (a === null) {
    return 1;
  } else if (b === null) {
    return -1;
  } else {
    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
    else return 0;
  }
}

function validateSaveImgDimension(element) {
  var valid = false;
  var intValue = 0;
  if (/^[1-9]\d*$/.test(element.value)) {
    intValue = parseInt(element.value);
    if (intValue <= 16000) {
      valid = true;
    }
  }
  if (valid) {
    element.classList.remove("invalid");
  } else {
    element.classList.add("invalid");
  }
  return intValue;
}

function saveImage(layer) {
  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
  var bgcolor = null;
  if (!document.getElementById("render-save-transparent").checked) {
    var style = getComputedStyle(topmostdiv);
    bgcolor = style.getPropertyValue("background-color");
  }
  if (!width || !height) return;

  // Prepare image
  var canvas = document.createElement("canvas");
  var layerdict = {
    transform: {
      x: 0,
      y: 0,
      s: 1,
      panx: 0,
      pany: 0,
      zoom: 1,
    },
    bg: canvas,
    fab: canvas,
    silk: canvas,
    highlight: canvas,
    layer: layer,
  }
  // Do the rendering
  recalcLayerScale(layerdict, width, height);
  prepareLayer(layerdict);
  clearCanvas(canvas, bgcolor);
  drawBackground(layerdict, false);
  drawHighlightsOnLayer(layerdict, false);

  // Save image
  var imgdata = canvas.toDataURL("image/png");

  var filename = pcbdata.metadata.title;
  if (pcbdata.metadata.revision) {
    filename += `.${pcbdata.metadata.revision}`;
  }
  filename += `.${layer}.png`;
  saveFile(filename, dataURLtoBlob(imgdata));
}

function saveSettings() {
  var data = {
    type: "InteractiveHtmlBom settings",
    version: 1,
    pcbmetadata: pcbdata.metadata,
    settings: settings,
  }
  var blob = new Blob([JSON.stringify(data, null, 4)], {type: "application/json"});
  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}

function loadSettings() {
  var input = document.createElement("input");
  input.type = "file";
  input.accept = ".settings.json";
  input.onchange = function(e) {
    var file = e.target.files[0];
    var reader = new FileReader();
    reader.onload = readerEvent => {
      var content = readerEvent.target.result;
      var newSettings;
      try {
        newSettings = JSON.parse(content);
      } catch(e) {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      if (newSettings.type != "InteractiveHtmlBom settings") {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
      if (metadataMatches) {
        for (var k in pcbdata.metadata) {
          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
            metadataMatches = false;
          }
        }
      }
      if (!metadataMatches) {
        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
        if (!confirm(
          `Settins file metadata does not match current metadata.\n\n` +
          `Page metadata:\n${currentMetadata}\n\n` +
          `Settings file metadata:\n${fileMetadata}\n\n` +
          `Press OK if you would like to import settings anyway.`)) {
          return;
        }
      }
      overwriteSettings(newSettings.settings);
    }
    reader.readAsText(file, 'UTF-8');
  }
  input.click();
}

function overwriteSettings(newSettings) {
  initDone = false;
  Object.assign(settings, newSettings);
  writeStorage("bomlayout", settings.bomlayout);
  writeStorage("bommode", settings.bommode);
  writeStorage("canvaslayout", settings.canvaslayout);
  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
  for (var checkbox of settings.checkboxes) {
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
  }
  writeStorage("darkenWhenChecked", settings.darkenWhenChecked);
  padsVisible(settings.renderPads);
  document.getElementById("padsCheckbox").checked = settings.renderPads;
  fabricationVisible(settings.renderFabrication);
  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
  silkscreenVisible(settings.renderSilkscreen);
  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
  referencesVisible(settings.renderReferences);
  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
  valuesVisible(settings.renderValues);
  document.getElementById("valuesCheckbox").checked = settings.renderValues;
  tracksVisible(settings.renderTracks);
  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
  zonesVisible(settings.renderZones);
  document.getElementById("zonesCheckbox").checked = settings.renderZones;
  dnpOutline(settings.renderDnpOutline);
  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
  setRedrawOnDrag(settings.redrawOnDrag);
  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
  setDarkMode(settings.darkMode);
  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
  setHighlightPin1(settings.highlightpin1);
  document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  initDone = true;
  prepCheckboxes();
  changeBomLayout(settings.bomlayout);
}

function saveFile(filename, blob) {
  var link = document.createElement("a");
  var objurl = URL.createObjectURL(blob);
  link.download = filename;
  link.href = objurl;
  link.click();
}

function dataURLtoBlob(dataurl) {
  var arr = dataurl.split(','), mime = arr[0].match(/:(.*?);/)[1],
      bstr = atob(arr[1]), n = bstr.length, u8arr = new Uint8Array(n);
  while(n--){
      u8arr[n] = bstr.charCodeAt(n);
  }
  return new Blob([u8arr], {type:mime});
}

var settings = {
  canvaslayout: "default",
  bomlayout: "default",
  bommode: "grouped",
  checkboxes: [],
  checkboxStoredRefs: {},
  darkMode: false,
  highlightpin1: false,
  redrawOnDrag: true,
  boardRotation: 0,
  renderPads: true,
  renderReferences: true,
  renderValues: true,
  renderSilkscreen: true,
  renderFabrication: true,
  renderDnpOutline: false,
  renderTracks: true,
  renderZones: true,
}

function initDefaults() {
  settings.bomlayout = readStorage("bomlayout");
  if (settings.bomlayout === null) {
    settings.bomlayout = config.bom_view;
  }
  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
    settings.bomlayout = config.bom_view;
  }
  settings.bommode = readStorage("bommode");
  if (settings.bommode === null) {
    settings.bommode = "grouped";
  }
  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
    settings.bommode = "grouped";
  }
  settings.canvaslayout = readStorage("canvaslayout");
  if (settings.canvaslayout === null) {
    settings.canvaslayout = config.layer_view;
  }
  var bomCheckboxes = readStorage("bomCheckboxes");
  if (bomCheckboxes === null) {
    bomCheckboxes = config.checkboxes;
  }
  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
  document.getElementById("bomCheckboxes").value = bomCheckboxes;

  settings.darkenWhenChecked = readStorage("darkenWhenChecked") || "";
  populateDarkenWhenCheckedOptions();

  function initBooleanSetting(storageString, def, elementId, func) {
    var b = readStorage(storageString);
    if (b === null) {
      b = def;
    } else {
      b = (b == "true");
    }
    document.getElementById(elementId).checked = b;
    func(b);
  }

  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
  if ("tracks" in pcbdata) {
    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
  } else {
    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
    tracksVisible(false);
    zonesVisible(false);
  }
  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
  initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
  settings.boardRotation = readStorage("boardRotation");
  if (settings.boardRotation === null) {
    settings.boardRotation = config.board_rotation * 5;
  } else {
    settings.boardRotation = parseInt(settings.boardRotation);
  }
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
}

// Helper classes for user js callbacks.

const IBOM_EVENT_TYPES = {
  ALL: "all",
  HIGHLIGHT_EVENT: "highlightEvent",
  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
}

const EventHandler = {
  callbacks: {},
  init: function() {
    for (eventType of Object.values(IBOM_EVENT_TYPES))
      this.callbacks[eventType] = [];
  },
  registerCallback: function(eventType, callback) {
    this.callbacks[eventType].push(callback);
  },
  emitEvent: function(eventType, eventArgs) {
    event = {
      eventType: eventType,
      args: eventArgs,
    }
    var callback;
    for(callback of this.callbacks[eventType])
      callback(event);
    for(callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
      callback(event);
  }
}
EventHandler.init();

///////////////////////////////////////////////

///////////////////////////////////////////////
/* PCB rendering code */

var emptyContext2d = document.createElement("canvas").getContext("2d");

function deg2rad(deg) {
  return deg * Math.PI / 180;
}

function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
  var point = [
    linepoint[0] * text.width + offsetx,
    linepoint[1] * text.height + offsety
  ];
  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
  return point;
}

function drawText(ctx, text, color) {
  if ("ref" in text && !settings.renderReferences) return;
  if ("val" in text && !settings.renderValues) return;
  ctx.save();
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  ctx.lineWidth = text.thickness;
  if ("svgpath" in text) {
    ctx.stroke(new Path2D(text.svgpath));
    ctx.restore();
    return;
  }
  ctx.translate(...text.pos);
  ctx.translate(text.thickness * 0.5, 0);
  var angle = -text.angle;
  if (text.attr.includes("mirrored")) {
    ctx.scale(-1, 1);
    angle = -angle;
  }
  var tilt = 0;
  if (text.attr.includes("italic")) {
    tilt = 0.125;
  }
  var interline = text.height * 1.5 + text.thickness;
  var txt = text.text.split("\n");
  // KiCad ignores last empty line.
  if (txt[txt.length - 1] == '') txt.pop();
  ctx.rotate(deg2rad(angle));
  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
  for (var i in txt) {
    var lineWidth = text.thickness + interline / 2 * tilt;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        lineWidth += fourSpaces - lineWidth % fourSpaces;
      } else {
        if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
        }
        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
      }
    }
    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
    var inOverbar = false;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        offsetx += fourSpaces - offsetx % fourSpaces;
        continue;
      } else if (txt[i][j] == '~') {
        j++;
        if (j == txt[i].length)
          break;
        if (txt[i][j] != '~') {
          inOverbar = !inOverbar;
        }
      }
      var glyph = pcbdata.font_data[txt[i][j]];
      if (inOverbar) {
        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];

        if (!lastHadOverbar) {
          overbarStart[0] += text.height * 1.4 * tilt;
          lastHadOverbar = true;
        }
        ctx.beginPath();
        ctx.moveTo(...overbarStart);
        ctx.lineTo(...overbarEnd);
        ctx.stroke();
      } else {
        lastHadOverbar = false;
      }
      for (var line of glyph.l) {
        ctx.beginPath();
        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
        for (var k = 1; k < line.length; k++) {
          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
        }
        ctx.stroke();
      }
      offsetx += glyph.w * text.width;
    }
    offsety += interline;
  }
  ctx.restore();
}

function drawedge(ctx, scalefactor, edge, color) {
  ctx.strokeStyle = color;
  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
  ctx.lineCap = "round";
  if ("svgpath" in edge) {
    ctx.stroke(new Path2D(edge.svgpath));
  } else {
    ctx.beginPath();
    if (edge.type == "segment") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(...edge.end);
    }
    if (edge.type == "rect") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(edge.start[0], edge.end[1]);
      ctx.lineTo(...edge.end);
      ctx.lineTo(edge.end[0], edge.start[1]);
      ctx.lineTo(...edge.start);
    }
    if (edge.type == "arc") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        deg2rad(edge.startangle),
        deg2rad(edge.endangle));
    }
    if (edge.type == "circle") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        0, 2 * Math.PI);
      ctx.closePath();
    }
    if (edge.type == "curve") {
      ctx.moveTo(...edge.start);
      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
    }
    ctx.stroke();
  }
}

function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
  var path = new Path2D();
  var width = size[0];
  var height = size[1];
  var x = width * -0.5;
  var y = height * -0.5;
  var chamfOffset = Math.min(width, height) * chamfratio;
  path.moveTo(x, 0);
  if (chamfpos & 4) {
    path.lineTo(x, y + height - chamfOffset);
    path.lineTo(x + chamfOffset, y + height);
    path.lineTo(0, y + height);
  } else {
    path.arcTo(x, y + height, x + width, y + height, radius);
  }
  if (chamfpos & 8) {
    path.lineTo(x + width - chamfOffset, y + height);
    path.lineTo(x + width, y + height - chamfOffset);
    path.lineTo(x + width, 0);
  } else {
    path.arcTo(x + width, y + height, x + width, y, radius);
  }
  if (chamfpos & 2) {
    path.lineTo(x + width, y + chamfOffset);
    path.lineTo(x + width - chamfOffset, y);
    path.lineTo(0, y);
  } else {
    path.arcTo(x + width, y, x, y, radius);
  }
  if (chamfpos & 1) {
    path.lineTo(x + chamfOffset, y);
    path.lineTo(x, y + chamfOffset);
    path.lineTo(x, 0);
  } else {
    path.arcTo(x, y, x, y + height, radius);
  }
  path.closePath();
  return path;
}

function getOblongPath(size) {
  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
}

function getPolygonsPath(shape) {
  if (shape.path2d) {
    return shape.path2d;
  }
  if ("svgpath" in shape) {
    shape.path2d = new Path2D(shape.svgpath);
  } else {
    var path = new Path2D();
    for (var polygon of shape.polygons) {
      path.moveTo(...polygon[0]);
      for (var i = 1; i < polygon.length; i++) {
        path.lineTo(...polygon[i]);
      }
      path.closePath();
    }
    shape.path2d = path;
  }
  return shape.path2d;
}

function drawPolygonShape(ctx, shape, color) {
  ctx.save();
  ctx.fillStyle = color;
  if (!("svgpath" in shape)) {
    ctx.translate(...shape.pos);
    ctx.rotate(deg2rad(-shape.angle));
  }
  ctx.fill(getPolygonsPath(shape));
  ctx.restore();
}

function drawDrawing(ctx, scalefactor, drawing, color) {
  if (["segment", "arc", "circle", "curve"].includes(drawing.type)) {
    drawedge(ctx, scalefactor, drawing, color);
  } else if (drawing.type == "polygon") {
    drawPolygonShape(ctx, drawing, color);
  } else {
    drawText(ctx, drawing, color);
  }
}

function getCirclePath(radius) {
  var path = new Path2D();
  path.arc(0, 0, radius, 0, 2 * Math.PI);
  path.closePath();
  return path;
}

function getCachedPadPath(pad) {
  if (!pad.path2d) {
    // if path2d is not set, build one and cache it on pad object
    if (pad.shape == "rect") {
      pad.path2d = new Path2D();
      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
    } else if (pad.shape == "oval") {
      pad.path2d = getOblongPath(pad.size);
    } else if (pad.shape == "circle") {
      pad.path2d = getCirclePath(pad.size[0] / 2);
    } else if (pad.shape == "roundrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
    } else if (pad.shape == "chamfrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
    } else if (pad.shape == "custom") {
      pad.path2d = getPolygonsPath(pad);
    }
  }
  return pad.path2d;
}

function drawPad(ctx, pad, color, outline) {
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  if (pad.offset) {
    ctx.translate(...pad.offset);
  }
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  var path = getCachedPadPath(pad);
  if (outline) {
    ctx.stroke(path);
  } else {
    ctx.fill(path);
  }
  ctx.restore();
}

function drawPadHole(ctx, pad, padHoleColor) {
  if (pad.type != "th") return;
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  ctx.fillStyle = padHoleColor;
  if (pad.drillshape == "oblong") {
    ctx.fill(getOblongPath(pad.drillsize));
  } else {
    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
  }
  ctx.restore();
}

function drawFootprint(ctx, layer, scalefactor, footprint, padColor, padHoleColor, outlineColor, highlight, outline) {
  if (highlight) {
    // draw bounding box
    if (footprint.layer == layer) {
      ctx.save();
      ctx.globalAlpha = 0.2;
      ctx.translate(...footprint.bbox.pos);
      ctx.rotate(deg2rad(-footprint.bbox.angle));
      ctx.translate(...footprint.bbox.relpos);
      ctx.fillStyle = padColor;
      ctx.fillRect(0, 0, ...footprint.bbox.size);
      ctx.globalAlpha = 1;
      ctx.strokeStyle = padColor;
      ctx.strokeRect(0, 0, ...footprint.bbox.size);
      ctx.restore();
    }
  }
  // draw drawings
  for (var drawing of footprint.drawings) {
    if (drawing.layer == layer) {
      drawDrawing(ctx, scalefactor, drawing.drawing, padColor);
    }
  }
  // draw pads
  if (settings.renderPads) {
    for (var pad of footprint.pads) {
      if (pad.layers.includes(layer)) {
        drawPad(ctx, pad, padColor, outline);
        if (pad.pin1 && settings.highlightpin1) {
          drawPad(ctx, pad, outlineColor, true);
        }
      }
    }
    for (var pad of footprint.pads) {
      drawPadHole(ctx, pad, padHoleColor);
    }
  }
}

function drawEdgeCuts(canvas, scalefactor) {
  var ctx = canvas.getContext("2d");
  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
  for (var edge of pcbdata.edges) {
    drawedge(ctx, scalefactor, edge, edgecolor);
  }
}

function drawFootprints(canvas, layer, scalefactor, highlight) {
  var ctx = canvas.getContext("2d");
  ctx.lineWidth = 3 / scalefactor;
  var style = getComputedStyle(topmostdiv);
  var padColor = style.getPropertyValue('--pad-color');
  var padHoleColor = style.getPropertyValue('--pad-hole-color');
  var outlineColor = style.getPropertyValue('--pin1-outline-color');
  if (highlight) {
    padColor = style.getPropertyValue('--pad-color-highlight');
    outlineColor = style.getPropertyValue('--pin1-outline-color-highlight');
  }
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var mod = pcbdata.footprints[i];
    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
    if (!highlight || highlightedFootprints.includes(i)) {
      drawFootprint(ctx, layer, scalefactor, mod, padColor, padHoleColor, outlineColor, highlight, outline);
    }
  }
}

function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
  var ctx = canvas.getContext("2d");
  for (var d of pcbdata[layername][layer]) {
    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
      drawedge(ctx, scalefactor, d, edgeColor);
    } else if (d.type == "polygon") {
      drawPolygonShape(ctx, d, polygonColor);
    } else {
      drawText(ctx, d, textColor);
    }
  }
}

function drawTracks(canvas, layer, color, highlight) {
  ctx = canvas.getContext("2d");
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  for(var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    ctx.lineWidth = track.width;
    ctx.beginPath();
    ctx.moveTo(...track.start);
    ctx.lineTo(...track.end);
    ctx.stroke();
  }
}

function drawZones(canvas, layer, color, highlight) {
  ctx = canvas.getContext("2d");
  ctx.strokeStyle = color;
  ctx.fillStyle = color;
  ctx.lineJoin = "round";
  for(var zone of pcbdata.zones[layer]) {
    if (!zone.path2d) {
      zone.path2d = getPolygonsPath(zone);
    }
    if (highlight && highlightedNet != zone.net) continue;
    ctx.fill(zone.path2d);
    if (zone.width > 0) {
      ctx.lineWidth = zone.width;
      ctx.stroke(zone.path2d);
    }
  }
}

function clearCanvas(canvas, color = null) {
  var ctx = canvas.getContext("2d");
  ctx.save();
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  if (color) {
    ctx.fillStyle = color;
    ctx.fillRect(0, 0, canvas.width, canvas.height);
  } else {
    ctx.clearRect(0, 0, canvas.width, canvas.height);
  }
  ctx.restore();
}

function drawNets(canvas, layer, highlight) {
  var style = getComputedStyle(topmostdiv);
  if (settings.renderTracks) {
    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
    drawTracks(canvas, layer, trackColor, highlight);
  }
  if (settings.renderZones) {
    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
    drawZones(canvas, layer, zoneColor, highlight);
  }
  if (highlight && settings.renderPads) {
    var padColor = style.getPropertyValue('--pad-color-highlight');
    var padHoleColor = style.getPropertyValue('--pad-hole-color');
    var ctx = canvas.getContext("2d");
    for (var footprint of pcbdata.footprints) {
      // draw pads
      var padDrawn = false;
      for (var pad of footprint.pads) {
        if (highlightedNet != pad.net) continue;
        if (pad.layers.includes(layer)) {
          drawPad(ctx, pad, padColor, false);
          padDrawn = true;
        }
      }
      if (padDrawn) {
        // redraw all pad holes because some pads may overlap
        for (var pad of footprint.pads) {
          drawPadHole(ctx, pad, padHoleColor);
        }
      }
    }
  }
}

function drawHighlightsOnLayer(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.highlight);
  }
  if (highlightedFootprints.length > 0) {
    drawFootprints(canvasdict.highlight, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom, true);
  }
  if (highlightedNet !== null) {
    drawNets(canvasdict.highlight, canvasdict.layer, true);
  }
}

function drawHighlights() {
  drawHighlightsOnLayer(allcanvas.front);
  drawHighlightsOnLayer(allcanvas.back);
}

function drawBackground(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.bg);
    clearCanvas(canvasdict.fab);
    clearCanvas(canvasdict.silk);
  }

  drawNets(canvasdict.bg, canvasdict.layer, false);
  drawFootprints(canvasdict.bg, canvasdict.layer,
    canvasdict.transform.s * canvasdict.transform.zoom, false);

  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s);

  var style = getComputedStyle(topmostdiv);
  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
  var textColor = style.getPropertyValue('--silkscreen-text-color');
  if (settings.renderSilkscreen) {
    drawBgLayer(
      "silkscreen", canvasdict.silk, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
  edgeColor = style.getPropertyValue('--fabrication-edge-color');
  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
  textColor = style.getPropertyValue('--fabrication-text-color');
  if (settings.renderFabrication) {
    drawBgLayer(
      "fabrication", canvasdict.fab, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
}

function prepareCanvas(canvas, flip, transform) {
  var ctx = canvas.getContext("2d");
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  var fontsize = 1.55;
  ctx.scale(transform.zoom, transform.zoom);
  ctx.translate(transform.panx, transform.pany);
  if (flip) {
    ctx.scale(-1, 1);
  }
  ctx.translate(transform.x, transform.y);
  ctx.rotate(deg2rad(settings.boardRotation));
  ctx.scale(transform.s, transform.s);
}

function prepareLayer(canvasdict) {
  var flip = (canvasdict.layer == "B");
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
  }
}

function rotateVector(v, angle) {
  angle = deg2rad(angle);
  return [
    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
  ];
}

function applyRotation(bbox) {
  var corners = [
    [bbox.minx, bbox.miny],
    [bbox.minx, bbox.maxy],
    [bbox.maxx, bbox.miny],
    [bbox.maxx, bbox.maxy],
  ];
  corners = corners.map((v) => rotateVector(v, settings.boardRotation));
  return {
    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
  }
}

function recalcLayerScale(layerdict, width, height) {
  var bbox = applyRotation(pcbdata.edges_bbox);
  var scalefactor = 0.98 * Math.min(
    width / (bbox.maxx - bbox.minx),
    height / (bbox.maxy - bbox.miny)
  );
  if (scalefactor < 0.1) {
    scalefactor = 1;
  }
  layerdict.transform.s = scalefactor;
  var flip = (layerdict.layer == "B");
  if (flip) {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
  } else {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
  }
  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    canvas = layerdict[c];
    canvas.width = width;
    canvas.height = height;
    canvas.style.width = (width / devicePixelRatio) + "px";
    canvas.style.height = (height / devicePixelRatio) + "px";
  }
}

function redrawCanvas(layerdict) {
  prepareLayer(layerdict);
  drawBackground(layerdict);
  drawHighlightsOnLayer(layerdict);
}

function resizeCanvas(layerdict) {
  var canvasdivid = {
    "F": "frontcanvas",
    "B": "backcanvas"
  } [layerdict.layer];
  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
  recalcLayerScale(layerdict, width, height);
  redrawCanvas(layerdict);
}

function resizeAll() {
  resizeCanvas(allcanvas.front);
  resizeCanvas(allcanvas.back);
}

function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
  var A = x - x1;
  var B = y - y1;
  var C = x2 - x1;
  var D = y2 - y1;

  var dot = A * C + B * D;
  var len_sq = C * C + D * D;
  var dx, dy;
  if (len_sq == 0) {
    // start and end of the segment coincide
    dx = x - x1;
    dy = y - y1;
  } else {
    var param = dot / len_sq;
    var xx, yy;
    if (param < 0) {
      xx = x1;
      yy = y1;
    } else if (param > 1) {
      xx = x2;
      yy = y2;
    } else {
      xx = x1 + param * C;
      yy = y1 + param * D;
    }
    dx = x - xx;
    dy = y - yy;
  }
  return dx * dx + dy * dy <= d * d;
}

function pointWithinPad(x, y, pad) {
  var v = [x - pad.pos[0], y - pad.pos[1]];
  v = rotateVector(v, -pad.angle);
  if (pad.offset) {
    v[0] -= pad.offset[0];
    v[1] -= pad.offset[1];
  }
  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
}

function netHitScan(layer, x, y) {
  // Check track segments
  if (settings.renderTracks && pcbdata.tracks) {
    for(var track of pcbdata.tracks[layer]) {
      if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
        return track.net;
      }
    }
  }
  // Check pads
  if (settings.renderPads) {
    for (var footprint of pcbdata.footprints) {
      for(var pad of footprint.pads) {
        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
          return pad.net;
        }
      }
    }
  }
  return null;
}

function pointWithinFootprintBbox(x, y, bbox) {
  var v = [x - bbox.pos[0], y - bbox.pos[1]];
  v = rotateVector(v, bbox.angle);
  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
         bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
}

function bboxHitScan(layer, x, y) {
  var result = [];
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var footprint = pcbdata.footprints[i];
    if (footprint.layer == layer) {
      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
        result.push(i);
      }
    }
  }
  return result;
}

function handlePointerDown(e, layerdict) {
  if (e.button != 0 && e.button != 1) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  layerdict.pointerStates[e.pointerId] = {
    distanceTravelled: 0,
    lastX: e.offsetX,
    lastY: e.offsetY,
    downTime: Date.now(),
  };
}

function handleMouseClick(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var x = e.offsetX;
  var y = e.offsetY;
  var t = layerdict.transform;
  if (layerdict.layer == "B") {
    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
  } else {
    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
  }
  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
  var v = rotateVector([x, y], -settings.boardRotation);
  if ("nets" in pcbdata) {
    var net = netHitScan(layerdict.layer, ...v);
    if (net !== highlightedNet) {
      netClicked(net);
    }
  }
  if (highlightedNet === null) {
    var footprints = bboxHitScan(layerdict.layer, ...v);
    if (footprints.length > 0) {
      footprintsClicked(footprints);
    }
  }
}

function handlePointerLeave(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();

  if (!settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }

  delete layerdict.pointerStates[e.pointerId];
}

function resetTransform(layerdict) {
  layerdict.transform.panx = 0;
  layerdict.transform.pany = 0;
  layerdict.transform.zoom = 1;
  redrawCanvas(layerdict);
}

function handlePointerUp(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  e.preventDefault();
  e.stopPropagation();

  if (e.button == 2) {
    // Reset pan and zoom on right click.
    resetTransform(layerdict);
    layerdict.anotherPointerTapped = false;
    return;
  }

  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
  var ptr = layerdict.pointerStates[e.pointerId];
  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);

  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
    if (Object.keys(layerdict.pointerStates).length == 1) {
      if (layerdict.anotherPointerTapped) {
        // This is the second pointer coming off of a two-finger tap
        resetTransform(layerdict);
      } else {
        // This is just a regular tap
        handleMouseClick(e, layerdict);
      }
      layerdict.anotherPointerTapped = false;
    } else {
      // This is the first finger coming off of what could become a two-finger tap
      layerdict.anotherPointerTapped = true;
    }
  } else {
    if (!settings.redrawOnDrag) {
      redrawCanvas(layerdict);
    }
    layerdict.anotherPointerTapped = false;
  }

  delete layerdict.pointerStates[e.pointerId];
}

function handlePointerMove(e, layerdict) {
  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var thisPtr = layerdict.pointerStates[e.pointerId];

  var dx = e.offsetX - thisPtr.lastX;
  var dy = e.offsetY - thisPtr.lastY;

  // If this number is low on pointer up, we count the action as a click
  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);

  if (Object.keys(layerdict.pointerStates).length == 1) {
    // This is a simple drag
    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
  } else if (Object.keys(layerdict.pointerStates).length == 2) {
    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];

    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2)     + Math.pow(e.offsetY - otherPtr.lastY, 2));

    var scaleFactor = newDist/oldDist;

    if (scaleFactor != NaN) {
      layerdict.transform.zoom *= scaleFactor;

      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
    }
  }

  thisPtr.lastX = e.offsetX;
  thisPtr.lastY = e.offsetY;

  if (settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }
}

function handleMouseWheel(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();
  var t = layerdict.transform;
  var wheeldelta = e.deltaY;
  if (e.deltaMode == 1) {
    // FF only, scroll by lines
    wheeldelta *= 30;
  } else if (e.deltaMode == 2) {
    wheeldelta *= 300;
  }
  var m = Math.pow(1.1, -wheeldelta / 40);
  // Limit amount of zoom per tick.
  if (m > 2) {
    m = 2;
  } else if (m < 0.5) {
    m = 0.5;
  }
  t.zoom *= m;
  var zoomd = (1 - m) / t.zoom;
  t.panx += devicePixelRatio * e.offsetX * zoomd;
  t.pany += devicePixelRatio * e.offsetY * zoomd;
  redrawCanvas(layerdict);
}

function addMouseHandlers(div, layerdict) {
  div.addEventListener("pointerdown", function(e) {
    handlePointerDown(e, layerdict);
  });
  div.addEventListener("pointermove", function(e) {
    handlePointerMove(e, layerdict);
  });
  div.addEventListener("pointerup", function(e) {
    handlePointerUp(e, layerdict);
  });
  var pointerleave = function(e) {
    handlePointerLeave(e, layerdict);
  }
  div.addEventListener("pointercancel", pointerleave);
  div.addEventListener("pointerleave", pointerleave);
  div.addEventListener("pointerout", pointerleave);

  div.onwheel = function(e) {
    handleMouseWheel(e, layerdict);
  }
  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
    element.addEventListener("contextmenu", function(e) {
      e.preventDefault();
    }, false);
  }
}

function setRedrawOnDrag(value) {
  settings.redrawOnDrag = value;
  writeStorage("redrawOnDrag", value);
}

function setBoardRotation(value) {
  settings.boardRotation = value * 5;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  resizeAll();
}

function initRender() {
  allcanvas = {
    front: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("F_bg"),
      fab: document.getElementById("F_fab"),
      silk: document.getElementById("F_slk"),
      highlight: document.getElementById("F_hl"),
      layer: "F",
    },
    back: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("B_bg"),
      fab: document.getElementById("B_fab"),
      silk: document.getElementById("B_slk"),
      highlight: document.getElementById("B_hl"),
      layer: "B",
    }
  };
  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/* DOM manipulation and misc code */

var bomsplit;
var canvassplit;
var initDone = false;
var bomSortFunction = null;
var currentSortColumn = null;
var currentSortOrder = null;
var currentHighlightedRowId;
var highlightHandlers = [];
var footprintIndexToHandler = {};
var netsToHandler = {};
var highlightedFootprints = [];
var highlightedNet = null;
var lastClicked;

function dbg(html) {
  dbgdiv.innerHTML = html;
}

function redrawIfInitDone() {
  if (initDone) {
    redrawCanvas(allcanvas.front);
    redrawCanvas(allcanvas.back);
  }
}

function padsVisible(value) {
  writeStorage("padsVisible", value);
  settings.renderPads = value;
  redrawIfInitDone();
}

function referencesVisible(value) {
  writeStorage("referencesVisible", value);
  settings.renderReferences = value;
  redrawIfInitDone();
}

function valuesVisible(value) {
  writeStorage("valuesVisible", value);
  settings.renderValues = value;
  redrawIfInitDone();
}

function tracksVisible(value) {
  writeStorage("tracksVisible", value);
  settings.renderTracks = value;
  redrawIfInitDone();
}

function zonesVisible(value) {
  writeStorage("zonesVisible", value);
  settings.renderZones = value;
  redrawIfInitDone();
}

function dnpOutline(value) {
  writeStorage("dnpOutline", value);
  settings.renderDnpOutline = value;
  redrawIfInitDone();
}

function setDarkMode(value) {
  if (value) {
    topmostdiv.classList.add("dark");
  } else {
    topmostdiv.classList.remove("dark");
  }
  writeStorage("darkmode", value);
  settings.darkMode = value;
  redrawIfInitDone();
}

function setFullscreen(value) {
  if (value) {
    document.documentElement.requestFullscreen();
  } else {
    document.exitFullscreen();
  }
}

function fabricationVisible(value) {
  writeStorage("fabricationVisible", value);
  settings.renderFabrication = value;
  redrawIfInitDone();
}

function silkscreenVisible(value) {
  writeStorage("silkscreenVisible", value);
  settings.renderSilkscreen = value;
  redrawIfInitDone();
}

function setHighlightPin1(value) {
  writeStorage("highlightpin1", value);
  settings.highlightpin1 = value;
  redrawIfInitDone();
}

function getStoredCheckboxRefs(checkbox) {
  function convert(ref) {
    var intref = parseInt(ref);
    if (isNaN(intref)) {
      for (var i = 0; i < pcbdata.footprints.length; i++) {
        if (pcbdata.footprints[i].ref == ref) {
          return i;
        }
      }
      return -1;
    } else {
      return intref;
    }
  }
  if (!(checkbox in settings.checkboxStoredRefs)) {
    var val = readStorage("checkbox_" + checkbox);
    settings.checkboxStoredRefs[checkbox] = val ? val : "";
  }
  if (!settings.checkboxStoredRefs[checkbox]) {
    return new Set();
  } else {
    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
  }
}

function getCheckboxState(checkbox, references) {
  var storedRefsSet = getStoredCheckboxRefs(checkbox);
  var currentRefsSet = new Set(references.map(r => r[1]));
  // Get difference of current - stored
  var difference = new Set(currentRefsSet);
  for (ref of storedRefsSet) {
    difference.delete(ref);
  }
  if (difference.size == 0) {
    // All the current refs are stored
    return "checked";
  } else if (difference.size == currentRefsSet.size) {
    // None of the current refs are stored
    return "unchecked";
  } else {
    // Some of the refs are stored
    return "indeterminate";
  }
}

function setBomCheckboxState(checkbox, element, references) {
  var state = getCheckboxState(checkbox, references);
  element.checked = (state == "checked");
  element.indeterminate = (state == "indeterminate");
}

function createCheckboxChangeHandler(checkbox, references, row) {
  return function() {
    refsSet = getStoredCheckboxRefs(checkbox);
    var darkenWhenChecked = settings.darkenWhenChecked == checkbox;
    eventArgs = {
      checkbox: checkbox,
      refs: references,
    }
    if (this.checked) {
      // checkbox ticked
      for (var ref of references) {
        refsSet.add(ref[1]);
      }
      if (darkenWhenChecked) {
        row.classList.add("checked");
      }
      eventArgs.state = 'checked';
    } else {
      // checkbox unticked
      for (var ref of references) {
        refsSet.delete(ref[1]);
      }
      if (darkenWhenChecked) {
        row.classList.remove("checked");
      }
      eventArgs.state = 'unchecked';
    }
    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    updateCheckboxStats(checkbox);
    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
  }
}

function clearHighlightedFootprints() {
  if (currentHighlightedRowId) {
    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    currentHighlightedRowId = null;
    highlightedFootprints = [];
    highlightedNet = null;
  }
}

function createRowHighlightHandler(rowid, refs, net) {
  return function() {
    if (currentHighlightedRowId) {
      if (currentHighlightedRowId == rowid) {
        return;
      }
      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    }
    document.getElementById(rowid).classList.add("highlighted");
    currentHighlightedRowId = rowid;
    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
    highlightedNet = net;
    drawHighlights();
    EventHandler.emitEvent(
      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT,
      {
        rowid: rowid,
        refs: refs,
        net: net
      });
  }
}

function entryMatches(entry) {
  if (settings.bommode == "netlist") {
    // entry is just a net name
    return entry.toLowerCase().indexOf(filter) >= 0;
  }
  // check refs
  for (var ref of entry[3]) {
    if (ref[0].toLowerCase().indexOf(filter) >= 0) {
      return true;
    }
  }
  // check extra fields
  for (var i in config.extra_fields) {
    if (entry[4][i].toLowerCase().indexOf(filter) >= 0) {
      return true;
    }
  }
  // check value
  if (entry[1].toLowerCase().indexOf(filter) >= 0) {
    return true;
  }
  // check footprint
  if (entry[2].toLowerCase().indexOf(filter) >= 0) {
    return true;
  }
  return false;
}

function findRefInEntry(entry) {
  return entry[3].filter(r => r[0].toLowerCase() == reflookup);
}

function highlightFilter(s) {
  if (!filter) {
    return s;
  }
  var parts = s.toLowerCase().split(filter);
  if (parts.length == 1) {
    return s;
  }
  var r = "";
  var pos = 0;
  for (var i in parts) {
    if (i > 0) {
      r += '<mark class="highlight">' +
        s.substring(pos, pos + filter.length) +
        '</mark>';
      pos += filter.length;
    }
    r += s.substring(pos, pos + parts[i].length);
    pos += parts[i].length;
  }
  return r;
}

function checkboxSetUnsetAllHandler(checkboxname) {
  return function() {
    var checkboxnum = 0;
    while (checkboxnum < settings.checkboxes.length &&
      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
      checkboxnum++;
    }
    if (checkboxnum >= settings.checkboxes.length) {
      return;
    }
    var allset = true;
    var checkbox;
    var row;
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      if (!checkbox.checked || checkbox.indeterminate) {
        allset = false;
        break;
      }
    }
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      checkbox.checked = !allset;
      checkbox.indeterminate = false;
      checkbox.onchange();
    }
  }
}

function createColumnHeader(name, cls, comparator) {
  var th = document.createElement("TH");
  th.innerHTML = name;
  th.classList.add(cls);
  th.style.cursor = "pointer";
  var span = document.createElement("SPAN");
  span.classList.add("sortmark");
  span.classList.add("none");
  th.appendChild(span);
  th.onclick = function() {
    if (currentSortColumn && this !== currentSortColumn) {
      // Currently sorted by another column
      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
      currentSortColumn.childNodes[1].classList.add("none");
      currentSortColumn = null;
      currentSortOrder = null;
    }
    if (currentSortColumn && this === currentSortColumn) {
      // Already sorted by this column
      if (currentSortOrder == "asc") {
        // Sort by this column, descending order
        bomSortFunction = function(a, b) {
          return -comparator(a, b);
        }
        currentSortColumn.childNodes[1].classList.remove("asc");
        currentSortColumn.childNodes[1].classList.add("desc");
        currentSortOrder = "desc";
      } else {
        // Unsort
        bomSortFunction = null;
        currentSortColumn.childNodes[1].classList.remove("desc");
        currentSortColumn.childNodes[1].classList.add("none");
        currentSortColumn = null;
        currentSortOrder = null;
      }
    } else {
      // Sort by this column, ascending order
      bomSortFunction = comparator;
      currentSortColumn = this;
      currentSortColumn.childNodes[1].classList.remove("none");
      currentSortColumn.childNodes[1].classList.add("asc");
      currentSortOrder = "asc";
    }
    populateBomBody();
  }
  return th;
}

function populateBomHeader() {
  while (bomhead.firstChild) {
    bomhead.removeChild(bomhead.firstChild);
  }
  var tr = document.createElement("TR");
  var th = document.createElement("TH");
  th.classList.add("numCol");
  tr.appendChild(th);
  var checkboxCompareClosure = function(checkbox) {
    return (a, b) => {
      var stateA = getCheckboxState(checkbox, a[3]);
      var stateB = getCheckboxState(checkbox, b[3]);
      if (stateA > stateB) return -1;
      if (stateA < stateB) return 1;
      return 0;
    }
  }
  if (settings.bommode == "netlist") {
    th = createColumnHeader("Net name", "bom-netname", (a, b) => {
      if (a > b) return -1;
      if (a < b) return 1;
      return 0;
    });
    tr.appendChild(th);
  } else {
    for (var checkbox of settings.checkboxes) {
      th = createColumnHeader(
        checkbox, "bom-checkbox", checkboxCompareClosure(checkbox));
      th.onclick = fancyDblClickHandler(
        th, th.onclick.bind(th), checkboxSetUnsetAllHandler(checkbox));
      tr.appendChild(th);
    }
    tr.appendChild(createColumnHeader("References", "References", (a, b) => {
      var i = 0;
      while (i < a[3].length && i < b[3].length) {
        if (a[3][i] != b[3][i]) return a[3][i] > b[3][i] ? 1 : -1;
        i++;
      }
      return a[3].length - b[3].length;
    }));
    // Extra fields
    if (config.extra_fields.length > 0) {
      var extraFieldCompareClosure = function(fieldIndex) {
        return (a, b) => {
          var fa = a[4][fieldIndex];
          var fb = b[4][fieldIndex];
          if (fa != fb) return fa > fb ? 1 : -1;
          else return 0;
        }
      }
      for (var i in config.extra_fields) {
        tr.appendChild(createColumnHeader(
          config.extra_fields[i], "extra", extraFieldCompareClosure(i)));
      }
    }
    tr.appendChild(createColumnHeader("Value", "Value", (a, b) => {
      return valueCompare(a[5], b[5], a[1], b[1]);
    }));
    tr.appendChild(createColumnHeader("Footprint", "Footprint", (a, b) => {
      if (a[2] != b[2]) return a[2] > b[2] ? 1 : -1;
      else return 0;
    }));
    if (settings.bommode == "grouped") {
      tr.appendChild(createColumnHeader("Quantity", "Quantity", (a, b) => {
        return a[3].length - b[3].length;
      }));
    }
  }
  bomhead.appendChild(tr);
}

function populateBomBody() {
  while (bom.firstChild) {
    bom.removeChild(bom.firstChild);
  }
  highlightHandlers = [];
  footprintIndexToHandler = {};
  netsToHandler = {};
  currentHighlightedRowId = null;
  var first = true;
  if (settings.bommode == "netlist") {
    bomtable = pcbdata.nets.slice();
  } else {
    switch (settings.canvaslayout) {
      case 'F':
        bomtable = pcbdata.bom.F.slice();
        break;
      case 'FB':
        bomtable = pcbdata.bom.both.slice();
        break;
      case 'B':
        bomtable = pcbdata.bom.B.slice();
        break;
    }
    if (settings.bommode == "ungrouped") {
      // expand bom table
      expandedTable = []
      for (var bomentry of bomtable) {
        for (var ref of bomentry[3]) {
          expandedTable.push([1, bomentry[1], bomentry[2], [ref], bomentry[4], bomentry[5]]);
        }
      }
      bomtable = expandedTable;
    }
  }
  if (bomSortFunction) {
    bomtable = bomtable.sort(bomSortFunction);
  }
  for (var i in bomtable) {
    var bomentry = bomtable[i];
    if (filter && !entryMatches(bomentry)) {
      continue;
    }
    var references = null;
    var netname = null;
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    var rownum = +i + 1;
    tr.id = "bomrow" + rownum;
    td.textContent = rownum;
    tr.appendChild(td);
    if (settings.bommode == "netlist") {
      netname = bomentry;
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
      tr.appendChild(td);
    } else {
      if (reflookup) {
        references = findRefInEntry(bomentry);
        if (references.length == 0) {
          continue;
        }
      } else {
        references = bomentry[3];
      }
      // Checkboxes
      for (var checkbox of settings.checkboxes) {
        if (checkbox) {
          td = document.createElement("TD");
          var input = document.createElement("input");
          input.type = "checkbox";
          input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
          setBomCheckboxState(checkbox, input, references);
          if (input.checked && settings.darkenWhenChecked == checkbox) {
            tr.classList.add("checked");
          }
          td.appendChild(input);
          tr.appendChild(td);
        }
      }
      // References
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
      tr.appendChild(td);
      // Extra fields
      for (var i in config.extra_fields) {
        td = document.createElement("TD");
        td.innerHTML = highlightFilter(bomentry[4][i]);
        tr.appendChild(td);
      }
      // Value
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(bomentry[1]);
      tr.appendChild(td);
      // Footprint
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(bomentry[2]);
      tr.appendChild(td);
      if (settings.bommode == "grouped") {
        // Quantity
        td = document.createElement("TD");
        td.textContent = bomentry[3].length;
        tr.appendChild(td);
      }
    }
    bom.appendChild(tr);
    var handler = createRowHighlightHandler(tr.id, references, netname);
    tr.onmousemove = handler;
    highlightHandlers.push({
      id: tr.id,
      handler: handler,
    });
    if (references !== null) {
      for (var refIndex of references.map(r => r[1])) {
        footprintIndexToHandler[refIndex] = handler;
      }
    }
    if (netname !== null) {
      netsToHandler[netname] = handler;
    }
    if ((filter || reflookup) && first) {
      handler();
      first = false;
    }
  }
  EventHandler.emitEvent(
    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT,
    {
      filter: filter,
      reflookup: reflookup,
      checkboxes: settings.checkboxes,
      bommode: settings.bommode,
    });
}

function highlightPreviousRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[highlightHandlers.length - 1].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[0].id == currentHighlightedRowId) {
      highlightHandlers[highlightHandlers.length - 1].handler();
    } else {
      for (var i = 0; i < highlightHandlers.length - 1; i++) {
        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function highlightNextRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[0].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
      highlightHandlers[0].handler();
    } else {
      for (var i = 1; i < highlightHandlers.length; i++) {
        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function populateBomTable() {
  populateBomHeader();
  populateBomBody();
}

function footprintsClicked(footprintIndexes) {
  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
  for (var i = 1; i <= footprintIndexes.length; i++) {
    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
    if (refIndex in footprintIndexToHandler) {
      lastClicked = refIndex;
      footprintIndexToHandler[refIndex]();
      smoothScrollToRow(currentHighlightedRowId);
      break;
    }
  }
}

function netClicked(net) {
  if (net in netsToHandler) {
    netsToHandler[net]();
    smoothScrollToRow(currentHighlightedRowId);
  } else {
    clearHighlightedFootprints();
    highlightedNet = net;
    drawHighlights();
  }
}

function updateFilter(input) {
  filter = input.toLowerCase();
  populateBomTable();
}

function updateRefLookup(input) {
  reflookup = input.toLowerCase();
  populateBomTable();
}

function changeCanvasLayout(layout) {
  document.getElementById("fl-btn").classList.remove("depressed");
  document.getElementById("fb-btn").classList.remove("depressed");
  document.getElementById("bl-btn").classList.remove("depressed");
  switch (layout) {
    case 'F':
      document.getElementById("fl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(1);
      }
      break;
    case 'B':
      document.getElementById("bl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(0);
      }
      break;
    default:
      document.getElementById("fb-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.setSizes([50, 50]);
      }
  }
  settings.canvaslayout = layout;
  writeStorage("canvaslayout", layout);
  resizeAll();
  changeBomMode(settings.bommode);
}

function populateMetadata() {
  document.getElementById("title").innerHTML = pcbdata.metadata.title;
  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
  document.getElementById("company").innerHTML = pcbdata.metadata.company;
  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
  if (pcbdata.metadata.title != "") {
    document.title = pcbdata.metadata.title + " BOM";
  }
  // Calculate board stats
  var fp_f = 0, fp_b = 0, pads_f = 0, pads_b = 0, pads_th = 0;
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    if (pcbdata.bom.skipped.includes(i)) continue;
    var mod = pcbdata.footprints[i];
    if (mod.layer == "F") {
      fp_f++;
    } else {
      fp_b++;
    }
    for (var pad of mod.pads) {
      if (pad.type == "th") {
        pads_th++;
      } else {
        if (pad.layers.includes("F")) {
          pads_f++;
        }
        if (pad.layers.includes("B")) {
          pads_b++;
        }
      }
    }
  }
  document.getElementById("stats-components-front").innerHTML = fp_f;
  document.getElementById("stats-components-back").innerHTML = fp_b;
  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
  document.getElementById("stats-th-pads").innerHTML = pads_th;
  // Update version string
  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
}

function changeBomLayout(layout) {
  document.getElementById("bom-btn").classList.remove("depressed");
  document.getElementById("lr-btn").classList.remove("depressed");
  document.getElementById("tb-btn").classList.remove("depressed");
  switch (layout) {
    case 'bom-only':
      document.getElementById("bom-btn").classList.add("depressed");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      document.getElementById("frontcanvas").style.display = "none";
      document.getElementById("backcanvas").style.display = "none";
      document.getElementById("bot").style.height = "";
      break;
    case 'top-bottom':
      document.getElementById("tb-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("bot").style.height = "calc(100% - 80px)";
      document.getElementById("bomdiv").classList.remove("split-horizontal");
      document.getElementById("canvasdiv").classList.remove("split-horizontal");
      document.getElementById("frontcanvas").classList.add("split-horizontal");
      document.getElementById("backcanvas").classList.add("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        direction: "vertical",
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        onDragEnd: resizeAll
      });
      break;
    case 'left-right':
      document.getElementById("lr-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("bot").style.height = "calc(100% - 80px)";
      document.getElementById("bomdiv").classList.add("split-horizontal");
      document.getElementById("canvasdiv").classList.add("split-horizontal");
      document.getElementById("frontcanvas").classList.remove("split-horizontal");
      document.getElementById("backcanvas").classList.remove("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        direction: "vertical",
        onDragEnd: resizeAll
      });
  }
  settings.bomlayout = layout;
  writeStorage("bomlayout", layout);
  changeCanvasLayout(settings.canvaslayout);
}

function changeBomMode(mode) {
  document.getElementById("bom-grouped-btn").classList.remove("depressed");
  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
  document.getElementById("bom-netlist-btn").classList.remove("depressed");
  switch (mode) {
    case 'grouped':
      document.getElementById("bom-grouped-btn").classList.add("depressed");
      break;
    case 'ungrouped':
      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
      break;
    case 'netlist':
      document.getElementById("bom-netlist-btn").classList.add("depressed");
  }
  writeStorage("bommode", mode);
  if (mode != settings.bommode) {
    settings.bommode = mode;
    bomSortFunction = null;
    currentSortColumn = null;
    currentSortOrder = null;
    clearHighlightedFootprints();
  }
  populateBomTable();
}

function focusFilterField() {
  focusInputField(document.getElementById("filter"));
}

function focusRefLookupField() {
  focusInputField(document.getElementById("reflookup"));
}

function toggleBomCheckbox(bomrowid, checkboxnum) {
  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
  checkbox.checked = !checkbox.checked;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function checkBomCheckbox(bomrowid, checkboxname) {
  var checkboxnum = 0;
  while (checkboxnum < settings.checkboxes.length &&
    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    checkboxnum++;
  }
  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
  checkbox.checked = true;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function setBomCheckboxes(value) {
  writeStorage("bomCheckboxes", value);
  settings.checkboxes = value.split(",").filter((e) => e);
  prepCheckboxes();
  populateBomTable();
  populateDarkenWhenCheckedOptions();
}

function setDarkenWhenChecked(value) {
  writeStorage("darkenWhenChecked", value);
  settings.darkenWhenChecked = value;
  populateBomTable();
}

function prepCheckboxes() {
  var table = document.getElementById("checkbox-stats");
  while (table.childElementCount > 1) {
    table.removeChild(table.lastChild);
  }
  if (settings.checkboxes.length) {
    table.style.display = "";
  } else {
    table.style.display = "none";
  }
  for (var checkbox of settings.checkboxes) {
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    td.innerHTML = checkbox;
    tr.appendChild(td);
    td = document.createElement("TD");
    td.id = "checkbox-stats-" + checkbox;
    var progressbar = document.createElement("div");
    progressbar.classList.add("bar");
    td.appendChild(progressbar);
    var text = document.createElement("div");
    text.classList.add("text");
    td.appendChild(text);
    tr.appendChild(td);
    table.appendChild(tr);
    updateCheckboxStats(checkbox);
  }
}

function populateDarkenWhenCheckedOptions() {
  var container = document.getElementById("darkenWhenCheckedContainer");

  if (settings.checkboxes.length == 0) {
    container.parentElement.style.display = "none";
    return;
  }

  container.innerHTML = '';
  container.parentElement.style.display = "inline-block";

  function createOption(name, displayName) {
    var id = "darkenWhenChecked-" + name;

    var div = document.createElement("div");
    div.classList.add("radio-container");

    var input = document.createElement("input");
    input.type = "radio";
    input.name = "darkenWhenChecked";
    input.value = name;
    input.id = id;
    input.onchange = () => setDarkenWhenChecked(name);
    div.appendChild(input);

    // Preserve the selected element when the checkboxes change
    if (name == settings.darkenWhenChecked) {
      input.checked = true;
    }

    var label = document.createElement("label");
    label.innerHTML = displayName;
    label.htmlFor = id;
    div.appendChild(label);

    container.appendChild(div);
  }
  createOption("", "None");
  for (var checkbox of settings.checkboxes) {
    createOption(checkbox, checkbox);
  }
}

function updateCheckboxStats(checkbox) {
  var checked = getStoredCheckboxRefs(checkbox).size;
  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
  var percent = checked * 100.0 / total;
  var td = document.getElementById("checkbox-stats-" + checkbox);
  td.firstChild.style.width = percent + "%";
  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}

document.onkeydown = function(e) {
  switch (e.key) {
    case "n":
      if (document.activeElement.type == "text") {
        return;
      }
      if (currentHighlightedRowId !== null) {
        checkBomCheckbox(currentHighlightedRowId, "placed");
        highlightNextRow();
        e.preventDefault();
      }
      break;
    case "ArrowUp":
      highlightPreviousRow();
      e.preventDefault();
      break;
    case "ArrowDown":
      highlightNextRow();
      e.preventDefault();
      break;
    default:
      break;
  }
  if (e.altKey) {
    switch (e.key) {
      case "f":
        focusFilterField();
        e.preventDefault();
        break;
      case "r":
        focusRefLookupField();
        e.preventDefault();
        break;
      case "z":
        changeBomLayout("bom-only");
        e.preventDefault();
        break;
      case "x":
        changeBomLayout("left-right");
        e.preventDefault();
        break;
      case "c":
        changeBomLayout("top-bottom");
        e.preventDefault();
        break;
      case "v":
        changeCanvasLayout("F");
        e.preventDefault();
        break;
      case "b":
        changeCanvasLayout("FB");
        e.preventDefault();
        break;
      case "n":
        changeCanvasLayout("B");
        e.preventDefault();
        break;
      default:
        break;
    }
    if (e.key >= '1' && e.key <= '9') {
      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
    }
  }
}

function hideNetlistButton() {
  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
  document.getElementById("bom-netlist-btn").style.display = "none";
}

window.onload = function(e) {
  initUtils();
  initRender();
  initStorage();
  initDefaults();
  cleanGutters();
  populateMetadata();
  dbgdiv = document.getElementById("dbg");
  bom = document.getElementById("bombody");
  bomhead = document.getElementById("bomhead");
  filter = "";
  reflookup = "";
  if (!("nets" in pcbdata)) {
    hideNetlistButton();
  }
  initDone = true;
  prepCheckboxes();
  // Triggers render
  changeBomLayout(settings.bomlayout);

  // Users may leave fullscreen without touching the checkbox. Uncheck.
  document.addEventListener('fullscreenchange', () => {
    if (!document.fullscreenElement)
      document.getElementById('fullscreenCheckbox').checked = false;
  });
}

window.onresize = resizeAll;
window.matchMedia("print").addListener(resizeAll);

///////////////////////////////////////////////

///////////////////////////////////////////////

///////////////////////////////////////////////
  </script>
</head>

<body>

<div id="topmostdiv" class="topmostdiv">
  <div id="top">
    <div style="float: right; height: 100%;">
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="menubtn"></button>
        <div class="menu-content">
          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
            Dark mode
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
            Full Screen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
            Fab layer
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
            Silkscreen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
            References
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
            Values
          </label>
          <div id="tracksAndZonesCheckboxes">
            <label class="menu-label" style="width: calc(50% - 18px)">
              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
              Tracks
            </label><!-- This comment eats space! All of it!
            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
              Zones
            </label>
          </div>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
            Pads
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
            DNP outlined
          </label>
          <label class="menu-label">
            <input id="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
            Highlight first pin
          </label>
          <label class="menu-label">
            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
            Continuous redraw on drag
          </label>
          <label class="menu-label">
            <span>Board rotation</span>
            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Bom checkboxes</div>
            <input id="bomCheckboxes" class="menu-textbox" type=text
                   oninput="setBomCheckboxes(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Darken when checked</div>
            <div id="darkenWhenCheckedContainer"></div>
          </label>
          <label class="menu-label">
            <span class="shameless-plug">
              <span>Created using</span>
              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
            </span>
          </label>
        </div>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
                title="Front only">F
        </button>
        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
                title="Front and Back">FB
        </button>
        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
                title="Back only">B
        </button>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
                title="BOM only"></button>
        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
                title="BOM left, drawings right"></button>
        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
                title="BOM top, drawings bot"></button>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
                title="Grouped BOM"></button>
        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
                title="Ungrouped BOM"></button>
        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
                title="Netlist"></button>
      </div>
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="statsbtn"></button>
        <div class="menu-content">
          <table class="stats">
            <tbody>
              <tr>
                <td width="40%">Board stats</td>
                <td>Front</td>
                <td>Back</td>
                <td>Total</td>
              </tr>
              <tr>
                <td>Components</td>
                <td id="stats-components-front">~</td>
                <td id="stats-components-back">~</td>
                <td id="stats-components-total">~</td>
              </tr>
              <tr>
                <td>Groups</td>
                <td id="stats-groups-front">~</td>
                <td id="stats-groups-back">~</td>
                <td id="stats-groups-total">~</td>
              </tr>
              <tr>
                <td>SMD pads</td>
                <td id="stats-smd-pads-front">~</td>
                <td id="stats-smd-pads-back">~</td>
                <td id="stats-smd-pads-total">~</td>
              </tr>
              <tr>
                <td>TH pads</td>
                <td colspan=3 id="stats-th-pads">~</td>
              </tr>
            </tbody>
          </table>
          <table class="stats">
            <col width="40%"/><col />
            <tbody id="checkbox-stats">
              <tr>
                <td colspan=2 style="border-top: 0">Checkboxes</td>
              </tr>
            </tbody>
          </table>
        </div>
      </div>
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="iobtn"></button>
        <div class="menu-content">
          <div class="menu-label menu-label-top">
            <div style="margin-left: 5px;">Save board image</div>
            <div class="flexbox">
              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
              <span>X</span>
              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
            </div>
            <label>
              <input id="render-save-transparent" type="checkbox">
              Transparent background
            </label>
            <div class="flexbox">
              <button class="savebtn" onclick="saveImage('F')">Front</button>
              <button class="savebtn" onclick="saveImage('B')">Back</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Config and checkbox state</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveSettings()">Export</button>
              <button class="savebtn" onclick="loadSettings()">Import</button>
            </div>
          </div>
        </div>
      </div>
    </div>
    <div id="fileinfodiv" style="overflow: auto;">
      <table class="fileinfo">
        <tbody>
          <tr>
            <td id="title" class="title" style="width: 70%">
              Title
            </td>
            <td id="revision" class="title" style="width: 30%">
              Revision
            </td>
          </tr>
          <tr>
            <td id="company">
              Company
            </td>
            <td id="filedate">
              Date
            </td>
          </tr>
        </tbody>
      </table>
    </div>
  </div>
  <div id="bot" class="split" style="height: calc(100% - 80px)">
    <div id="bomdiv" class="split split-horizontal">
      <div style="width: 100%">
        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
               oninput="updateRefLookup(this.value)">
        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
               oninput="updateFilter(this.value)">
        <div class="button-container hideonprint" style="float: left; margin: 0;">
          <button id="copy" title="Copy bom table to clipboard"
               onclick="copyToClipboard()"></button>
        </div>
      </div>
      <div id="dbg"></div>
      <table class="bom">
        <thead id="bomhead">
        </thead>
        <tbody id="bombody">
        </tbody>
      </table>
    </div>
    <div id="canvasdiv" class="split split-horizontal">
      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
    </div>
  </div>
</div>

</body>

</html>
